[Merged by Bors] - feat(Topology/UniformSpace): add UniformContinuous.iterate
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This PR adds the theorem `uniformContinuous_ite`. Co-Authored-By: D-Thomine <[email protected]>
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PR summary 4f488578caImport changesNo significant changes to the import graph Declarations diff
You can run this locally as follows## summary with just the declaration names:
./scripts/no_lost_declarations.sh short <optional_commit>
## more verbose report:
./scripts/no_lost_declarations.sh <optional_commit> |
Co-Authored-By: D-Thomine <[email protected]>
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uniformContinuous_ite UniformContinuous.iterate
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Ok, I should have addressed all the review requests. Thank you very much @sgouezel for your review! |
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bors r+ |
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This PR adds the theorem `UniformContinuous.iterate` claiming that if a function `T` is uniformly continuous in a uniform space `β`, then its `n`-th iterate `T^[n]` is also uniformly continuous. Co-authored-by: @D-Thomine
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Pull request successfully merged into master. Build succeeded: |
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UniformContinuous.iterate UniformContinuous.iterate
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This PR adds the theorem `UniformContinuous.iterate` claiming that if a function `T` is uniformly continuous in a uniform space `β`, then its `n`-th iterate `T^[n]` is also uniformly continuous. Co-authored-by: @D-Thomine
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This PR adds the theorem `UniformContinuous.iterate` claiming that if a function `T` is uniformly continuous in a uniform space `β`, then its `n`-th iterate `T^[n]` is also uniformly continuous. Co-authored-by: @D-Thomine
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This PR adds the theorem
UniformContinuous.iterateclaiming that if a functionTis uniformly continuous in a uniform spaceβ, then itsn-th iterateT^[n]is also uniformly continuous.Co-authored-by: @D-Thomine